What does integrate mean in calculus?

The word “ integrate refers to adding up a bunch of separate values. When someone says that you “integrate” a function, they’re actually summing up the function’s values for all points on a line. If you have a function that graphs a line, like a normal line, or an area, like a parabola, you can use integration to find the area under the curve.

What does mean by it?

The word “ integrate just means adding up the areas of the shapes under the graph. For example, consider the function ƒ(x) = x2 − x. The graph of this function is shown below. When we’re asked to find an area under the graph, the area of the region between the x-axis and the curve is equal to the area under the curve. We refer to this region under the graph as the region under the curve.

What does integrate mean in calculus homework?

There are two main ways that you can perform integration in calculus: integration by substitution or antiderivative.

What does integrating mean in calculus?

The process of solving an integral is called integration. Integration is the sum of the area under a curve. An integral is formed by adding the areas that are under a graph. There are two ways to solve an integral: by changing the variables of the function you are integrating or by changing the integral itself.

What does the integral symbol mean in calculus?

A function is a single number that you can plug into another function to produce a result. The integral symbol is a special kind of function that sums up an area under a graph of a function.